Sudipta Ghosh

activity

20232025

most cited1d Conformal Field Theory and Dispersion Relations

4 citations · 4 across the 5 of their papers we have counts for

collaborators

5 papers

math.GT2025

Framed instanton homology and Frøyshov's invariant

Sudipta Ghosh, Mike Miller Eismeier

We determine the framed instanton homology with coefficients in $F = Z /2$ for Dehn surgeries on a knot in the $3$ -sphere. The dimension of these groups is seen to h…

math.GT2025

Homology lens spaces and $SL (2, C)$

Sudipta Ghosh, Steven Sivek, Raphael Zentner

We prove that if $Y$ is a closed, oriented 3-manifold with first homology $H_{1} (Y; Z)$ of order less than $5$ , then there is an irreducible representation $π_1(Y) \to \mathr…

math.GT2025

$S U (2)$ -representations of Branched Covers

Sudipta Ghosh, Zhenkun Li, Juanita Pinzón-Caicedo

We study the existence of irreducible $S U (2)$ -representations for cyclic branched covers of knots in $S^{3}$ . Our main result establishes that if $K$ is a non-trivial prime knot and…

hep-th2024★ 4 cited

1d Conformal Field Theory and Dispersion Relations

Dean Carmi, Sudip Ghosh, Trakshu Sharma

We study conformal field theory in $d = 1$ space-time dimensions. We derive a dispersion relation for the 4-point correlation function of identical bosons and fermions, in terms of t…

math.GT2023

Rational homology 3-spheres and SL(2, $C$ ) representations

Sudipta Ghosh, Steven Sivek, Raphael Zentner

We use instanton gauge theory to prove that if $Y$ is a closed, orientable $3$ -manifold such that $H_{1} (Y; Z)$ is nontrivial and either $2$ -torsion or $3$ -torsion, and if $Y…

Framed instanton homology and Frøyshov's invariant

Homology lens spaces and SL(2,C)

SU(2)-representations of Branched Covers

1d Conformal Field Theory and Dispersion Relations

Rational homology 3-spheres and SL(2,C) representations

Homology lens spaces and $SL (2, C)$

$S U (2)$ -representations of Branched Covers

Rational homology 3-spheres and SL(2, $C$ ) representations